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paowu
- 本程序采用visual c++开发，用于机械优化设计工程计算，为经典的抛物法，又称二次插值，运行结果良好。-the procedures used visual c development, design optimization for mechanical engineering, for the classical parabolic law, also known as the quadratic interpolation, good operating results.
用抛物线y=a+bx+cx 拟合给定数据
- 数值分析用抛物线y=a+bx+cx 拟合给定数据-numerical analysis using a parabolic y = bx cx fitting given data
shuzhijisuan.rar
- 数值计算方法的程序： 加速迭代 牛顿迭代 Gauss 杜里特尔分解法 克洛特 追赶法 平方根法 改进平方根法 雅可比迭代 高斯 赛德尔迭代 拉格朗日插值法 分段线性插值 分段抛物线插值,Numerical method of procedure: to accelerate the iterative Gauss-Newton iterative decomposition method克洛特Ritter Duri law to catch up with the sq
matlab.rar
- 主要用来计算抛物型偏微分方程的数值解，而且通过调用边界函数来计算方程，采用差分编程方式,Mainly used to calculate the parabolic partial differential equations numerical solution, and by calling the function to calculate the equation of the border, using differential programmatically
solvingequation.rar
- 加步探索法，二分法,黄金分割法,抛物线插值法求解方程的演示,Plus step-by-step exploration of law, black-and-white, golden section method, the parabolic interpolation method for solving equations of presentation
INT_Parabolic_MC
- 用蒙特卡洛方法，求解出抛物线方程在给定区间内的积分值。-Using Monte Carlo methods for solving a parabolic equation in a given range of integral values.
DifferentialEquation
- 利用龙格库塔法（等步长，变步长）计算椭圆方程，双曲线方程，抛物线方程等。对各类微分方程进行数值计算。-The use of Runge-Kutta method (such as step, variable step size) calculated elliptic equations, hyperbolic equations, such as parabolic equation. Various types of differential equations for numerical
YiYuanSanDianChaZhi
- 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=f[xi],用抛物插值公式计算指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function values yi = f [xi], with parabolic interpolation formula specified interpolation points, t Department of function approximation of
exam8_1
- 采用平面梁单元计算两铰抛物线拱的自由振动特性-Plane beam element calculation using the two hinged parabolic arch of the free vibration characteristics of
exam8_2
- 采用平面梁单元计算两铰抛物线拱的在初始条件下自由振动，并对时程曲线结果进行FFT变换-Plane beam element calculation using the two hinged parabolic arch at the initial conditions of free vibration, and the results of time-curve FFT transform
chapter2
- 抛物型方程古典&c-n格式差分算法 dasdsa dasdsdsadas-Parabolic equations of classical & c-n format dasdsadsadasdsdsadas differential algorithm
9.02
- 抛物线（二项式）拟合方法是多项式拟合常用的方法之一，计算精度较高-Parabolic (binomial) fitting polynomial fitting method is one of the methods used to calculate the accuracy of the higher
lcs2d3.tar
- 使用分段抛物重构（PPM）格式求解二维欧拉方程的C语言程序。-2D Euler code using Piecewise Parabolic reconstruction in C language.
numerical_algorithm
- visualc++ 常用数值算法集，包括椭圆形微分方程、抛物线型方程的数值解-visualc++ common set of numerical algorithms, including elliptic differential equations, numerical solution of parabolic equations
Parabolic-interpolation-procedure
- Fortran编写的抛物线插值法程序Parabolic-interpolation-procedure.f90-Parabolic interpolation procedure
interParaSuce
- Successive parabolic interpolation is a technique for finding the extremum (minimum or maximum) of a continuous unimodal function by successively fitting parabolas (polynomials of degree two) to the function at three unique points, and at each iterat
Classical
- 古典隐式格式求解一维热传导方程（抛物型）-Classical implicit scheme for solving one-dimensional heat equation (parabolic)
Parabolic-equations
- 变系数抛物方程 用最简显格式、紧格式、Keller盒式格式求近似解和误差 -Parabolic equations with variable coefficients were the most simple form, tight format, Keller cassette format, the approximate solution and error
parabolic-Eq-fortran-FTCS
- 抛物型方程 fortran 源代码 显示格式 FTCS-parabolic Eq fortran codes explicit FTCS
cPP-Bomb-flat-parabolic-trajectory
- 可以计算物体做平抛运动时的轨迹，包含问题介绍和程序-Can calculate the movement of the object to make flat parabolic trajectory, contains the problem descr iption and procedures